Search Results - "Samuel Musa"
-
1
Analysis of Varroosis Model in Honeybee Colony with Interventions
Published in African Scientific Reports (09-07-2023)“…A deterministic mathematical model is proposed and analyzed to study the transmission dynamics of Varroosis in honeybee colony with interventions. The study…”
Get full text
Journal Article -
2
Mathematical model on the transmission dynamics of varroosis in honeybee colony with treatment and biocontrol agent
Published in Mathematics and computational sciences (01-06-2024)“…Honeybee colony is invariably invaded by vectors which negatively affect their survival and reproduction. The compartmental model approach was adopted and…”
Get full text
Journal Article -
3
Integral Constraints in Weakly Nonlinear Periodic Systems
Published in SIAM journal on applied mathematics (01-09-1967)Get full text
Journal Article -
4
-
5
Working Knowledge: Active-matrix liquid-crystal displays
Published in Scientific American (01-11-1997)Get full text
Magazine Article -
6
Active-matrix liquid-crystal displays [Working knowledge]
Published in Scientific American (01-11-1997)Get full text
Magazine Article -
7
Co-Channel Interference of Spread Spectrum Systems in a Multiple User Environment
Published in IEEE transactions on communications (01-10-1978)“…This paper considers the mutual interference problem of several users employing the same spread spectrum technique in selected multiple user environments. The…”
Get full text
Journal Article -
8
NECESSARY CONDITIONS FOR SUBHARMONIC AND SUPERHARMONIC SYNCHRONIZATION IN WEAKLY NONLINEAR SYSTEMS
Published in Quarterly of applied mathematics (01-07-1966)Get full text
Journal Article -
9
Asynchronous excitation in nonlinear systems
Published in IEEE transactions on automatic control (01-10-1967)Get full text
Journal Article -
10
SUB- AND SUPERHARMONIC SYNCHRONIZATION IN WEAKLY NONLINEAR SYSTEMS: INTEGRAL CONSTRAINTS AND DUALITY
Published in Quarterly of applied mathematics (01-01-1968)“…A forced system described by the differential equation: $x''\, + \,\, \in f\left( {x,x'} \right)\, + \omega _0^2x\, = \,F\,\cos \,\omega t$ is considered for…”
Get full text
Journal Article